Answer:
b. 6 units
Explanation:
Output Revenue Costs = Profit ( Revenue - Costs)
0 0 10 = -10
1 8 12 = -4
2 16 15 = 1
3 24 19 = 5
4 32 24 = 8
5 40 30 = 10
6 48 37 = 11
7 56 46 = 10
8 64 55 = 9
9 72 65 = 7
Note: The revenue is calculated by multiplying output by the market price of $8.
The firm should produce 6 units to maximize their profit which is $11.
Answer:
June 10
Debit Purchases for $9,000: Gross method
June 30
Debit Discounts lost for $180: Net method
June 30
Credit Cash for $9,000 : Both methods
Explanation:
To Illustrate the required journal entries to record and pay for this purchase under the GROSS METHOD and NET METHODS by matching the action on the left with the method on the right using a PERIODIC INVENTORY SYSTEM.
June 10
Debit Purchases for $9,000: Gross method
June 30
Debit Discounts lost for $180: Net method
(2%*$9,000)
June 30
Credit Cash for $9,000 : Both methods
Answer: $11420
Explanation:
The amount that Hepburn will show as an amount receivable from factor will be the estimated fair value of the interest in receivables minus the factoring fee given in the question. This will be:
= $12,000 - ($58,000 × 1%)
= $12,000 - ($58,000 × 0.01)
= $12,000 - $580
= $11,420
Johnson Controls and Dodge engaged in<u> Reverse Marketing.</u>
<h3>What is Reverse Marketing</h3>
Reverse Marketing can be defined as a type of marketing in which the customer are the one that patronized your a company business instead of the company creating brand or product awareness to the consumer.
This type of marketing strategy enables customer to be attracted to your business just as in the case of Johnson controls and its consumer Dodge.
Therefore Johnson Controls and Dodge engaged in<u> Reverse Marketing.</u>
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Learn more about reverse marketing here:brainly.com/question/25754149
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Answer:
The probability that a person selected at random has virus and is aged between 21 and 25 is 0.58.
Explanation:
let A be the event that the selected person has a virus.
let B1, B2 and B3 be the events that the selected perosn is M, W and L accordingly.
the probabilities are given by:
P(B1) = 0.3
P(B2) = 0.5
P(B3) = 0.2
P(A|B1) = 0.65
P(A|B2) = 0.82
P(A|B3) = 0.5
probability of having virus and aged between 21 and 25 is given by:
[P(B2)*P(A|B2)]/[P(B1)*P(A|B1) + P(B2)*P(A|B2) + P(B3)*P(A|B3)]
= [(0.5)*(0.82)]/[(0.3)*(0.65) + (0.5)*(0.82) + (0.2)*(0.5)]
= 0.58
Therefore, the probability that a person selected at random has virus and is aged between 21 and 25 is 0.58.